By
reading the following, any fair non-Muslim  let alone a Muslim  will come to
believe that Quran is the word of God.

Mathematical Miracles
of Quran

The phrase;
In the name of God, the Most Gracious, the Most Merciful "Bessmellah
Alrrahman Arrahim" in Arabic, is composed of 19 letters,
and in verse
74:30 and 74:31 of Moddaser chapter in regards to hell it is written that:

"Over it there are 19;
We have placed none but angels as guardians of the Fire.
We have placed such a number (19)
merely as a test for those who disbelieve, to convince the ones who have been
given the Book,
while those who believe may be increased in [their] faith; and so the
ones who have been given the Book as well as believers may not doubt, ..."

We know that
19 is a prime number. A prime number is a number
that is only divisible by itself and by one. Many individuals in the past and
present
have attempted to discover the secrets of the mathematical miracles of Quran. In
the past, one of these individuals seriously pursued the path of
achieving this goal and managed to come up with many successes in this case.
In recent years, using a small calculator, Mr. Koresh Jamneshan 
who currently lives in Tehran  concluded some facts that you can readily
confirm. He added up the number of each chapter with the number of its
verses in the following manner.

Chapter number

Number of verses

Sum

1

+

7

=

8

even

2

+

286

=

288

even

3

+

200

=

203

odd

4

+

176

=

180

even

5

+

120

=

125

odd

113

+

5

=

118

even

114

+

6

=

120

even

Sum of chapters:

Sum of verses:

Sum of odds:

Sum of evens:

6555

6236

6555

6236

It is
remarkable that the number of evens is 57 and the number of odds is also 57,
which by itself is a miracle. However,
another miracle is that if the sum of the evens is added up, the number 6236
results which happen to be the total number of verses of Quran.
Another miracle is that if the sum of the odds is added up, the number 6555
results which happen to be the sum of the number of chapters of Quran.
Another miracle is that if the sum of the digits of 6555 is added to the sum of
the digits of 6236, number 38 results, which itself is a multiple of
19:

(5+5+5+6) +
(6+2+3+6) = 19 × 2, the same way that the number
of chapters of Quran is a multiple of 19, i.e.;
114 = 19 × 6.

Please note
that if we change the number of verses of Quran, or if
we change the order of chapterssuch relations
will no longer be valid.
This shows that the number of verses of Quran and the order of the chapters
should be what they are now, and thus Quran cannot be the work of humans.

Mr. Abollah
Erik noticed that in the four words of Besm, allah,
arrahman, and arrahim, 18 mathematical
relations holds,
and Mr. Javad Rahmany discovered yet another relation, for a total of
19 relations  all based on Arabic alphabet
values
(named Abjad in the ancient times). The Abjad letters are the 28 Arabic letters
which are mapped to numbers from one to 1000 as follows:

Values
of Abjad letters

100= Þ

20= 

1= Ç

200= Ñ

30= á

2= È

300= Ô

40= ã

3= Ì

400=Ê

50= ä

4= Ï

500= Ë

60= Ó

5= å

600= Î

70= Ú

6= æ

700= Ð

80= Ý

7= Ò

800= Ö

90= Õ

8= Í

900= Ù

9= Ø

1000= Û

10= ی

It should be
noted that similar to the numerical values of the Latin alphabet (Roman
Numerals),
these numerical values for the Arabic alphabet have been in use for centuries.

19 letters of
Bessmellah alrrahman arrahim and their Abjad values:

besm

Abjad
values

Arabic

Word
number

2

b

1

60

s

2

40

m

3

allah

Abjad
values

Arabic

Word
number

1

a

4

30

l

5

30

l

6

5

h

7

alrahmn

Abjad
values

Arabic

Word
number

1

a

8

30

l

9

200

r

10

8

h

11

40

m

12

50

n

13

alrahim

Abjad
values

Arabic

Word
number

1

a

14

30

l

15

200

r

16

8

i

17

10

y

18

40

m

19

Mathematical Miracle; besm allh alrhmn alrhim

The four words and 19 letters in besm
allh alrhmn alrhim form such a mathematical system that is not
possible to do with the knowledge
and feelings of humans. This thoughtful system is obtained based on Abjad
values of its letters whose explanation is summarized below.

Four words of besm allh
alrhmn alrhim, Arabic letter numbers of each word, and their
Abjad values:

Sum of values

Abjad values

Number of letters

Word number

102

2/60/40

3

b/s/m 1

66

1/30/30/5

4

a/l/l/h 2

329

1/30/200/8/40/50

6

a/l/r/h/m/n 3

289

1/30/200/8/10/40

6

a/l/r/h/i/m 4

Sum of values: 786

Sum: 19

1 - besm
allh alrhmn alrhim consists of 19
letters.

2  If we
write down the order number of each word followed by the number or letters
in that word we get 13243646,
which is a multiple of 19. (the order number for
each word is written in red for
distinction.):
366866 =
13243646 ×
19.

3 
Starting from the end going back ward, if we write the order number of each
word followed by the number of its letters,
again we get a multiple of 19:
46362413
= 19× 2440127.

4  If
after the order number for each word, the sum of Abjad values of its letters
is placed, again a multiple of 19 will be obtained:
110226633294289
= 19 X
5801401752331

5  If
after the order number of each word the Abjad value of each letter in that
word is placed, again the resulting number will be divisible by
19:
1260402130305313020084050413020081040
= 19 ×
66336954126595422109686863843162160.

6  If
after the order number for each word, the sum of the number of letters of
that world plus Abjad value sum of that word is placed,
again the resulting number is a multiple of
19. Namely: 110527033354295
= 19 X
5817212281805;
where (3 +102 = 105),
(4 + 66 = 70), (6 + 329 =
335), (6 + 289 =
295) is used.

7  If
after the order number for each word, the sum of the number of letters of
that word plus sum of the numbers of the letters of all
previous words is placed, again the resulting
number is divisible by 19:
1327313419
= 19 X
69858601.,
where; (0 + 3 = 3), (3 +
4 = 7), (3 + 4 + 6 = 13), (3 + 4 + 6 + 6 = 19) are used.

8  If
after the order number for each word, the sum of Abjad values of that word
plus Abjad values of the all previous words is placed,
again the ensuing number is a multiple of
19: 1102216834974786
= 19 X
58011412367094;
where (102 + 66 = 168)
(102 + 66 + 329 = 497), (102 + 66 + 329 + 289 = 786), is used.

9  If
the Abjad value of each 19 words of the besm
allh alrhmn alrhim is placed before the order number of the
corresponding word,
a 62-digit number is found, which again is a
multiple of
19: 21602403143053065718309200108114012501311430152001681710184019= 19
X 113696858647 ),where the digits corresponding to each of
the four words ofbesm
allh alrhmn alrhimare underlined.
This underlining is useful for understanding the
upcoming points.

10  If
the order number of each word (1, 2, 3, 4) is placed after the corresponding
underlined digits groups above,
a 66-digit number is ensued which is
again a multiple of 19: 216024031143053065721830920010811401250133114301520016817101840194=19
X 113696855849 ).

11  If
in above, instead of the word order numbers (1, 2, 3, 4) the Abjad values of
the corresponding words (102, 66, 329, 289) is placed,
a new 73-digit number is found which
is again a multiple of 19: 2160240310214305306576618309200108114012501332911430152001681710184019289
= 19 X
111369685843 ).

12  At
this stage, the Abjad values of each word (102, 66, 329, 289) is placed at
the beginning of their corresponding underlined
number group to get a new 73-digit
number , again divisible by 19:
1022160240366143053065732918309200108114012501328911430152001681710184019
= 19 X
5379790738 ).

13  from
left to right, we string the following numbers in order , for each word of bsm
allh alrhmn alrhim:

a)The
number of letters of each word, such as 3 for bsm
(written in red for distinction).

b)The
numerical Abjad value of each word, such as 102 for bsm
(underlined for clarity).

Stringing these together in order, a 48-digit number is found which is again
a multiple of 19:
310226040466130305632913020084050628913020081040
= 19 X
1632768634 ).

14  At
this stage, if the above order is changed somewhat, such that (b) and (c)
are switched, another 48-digit number is ensued,
which is again a multiple of
19: 326040102413030566613020084050329613020081040289
= 19 X
1716000539 ).

15  Now
if for each word, we form a number which is a string of the letter order
numbers, and add them up,
we get a 12-digit number which is
again a multiple of 19: 123
+ 4567 + 8910111213 + 141516171819 = 150426287722 =
19 X
7917173038.

16  If
the numbers obtained from letter order numbers for each word are followed by
their corresponding word order numbers
and then string together, a new
23-digit number is obtained which again a multiple of
19:
123145672891011121331415161718194
= 19 X
648135120479 ).

17  If
string together the number of words (4) in bsm
allh alrhmn alrhim, followed its number of letters (19),
followed by the sum of the Abjad
values of it (786), a 6-digit number is ensued which is again a multiple of
19: 419786 = 19
X 22094.

18  If
we right the digits of the above number in reverse, we get a new number
which is again a multiple of 19: 687914 =19×36206.

19  If
we write the verse number of bsm allh alrhmn
alrhim, which is the first verse of Quran, followed by the number of
its letters (19),
followed by the numbers of letters in
each individual word, the resulting number is also a multiple of
19: 1193466 = 19 × 19 × 19 × 174.

Please
note that the probability of each digit to be in its place is 1 over 10.
This is because it has the probability between zero to 9.

For
example: in item (4) above, the number 102 consists of digits 1, 0, and 2,
and the number 66 is formed by digits 6 and 6.
Similarly the number 329 consists of digits 3, 2, and 9, and the number 289
is formed by digits 2, 8, and 9.
Thus to make the number 110226633294289,
which has 15 digits, has a random probability of forming equal to
1015 or
1/1000000000000000.

For the
four words in bsm allh alrhmn alrhim to
have their Abjad value sum be divisible by 19,
19 times,
the chance of that happening is 1/19
times 1/19, or 1/37589973457545958193355601.

Do
you think these mathematical relations are accidental?

If you
think so, it is very unfair, and perhaps you intend to unfairly deny the
great truth that Quran is the word of God,
and not only it is not the work of Mohammad (PBUH) and all the people in his
time,
but even the people of our time with their computers cannot string together
four words with all the above mathematical relations.

Note that
the relations must be in the form of 1?2?3?4?
= 19 X , meaning that in place of each question
mark (after the order numbers)
there must be a number corresponding to it. Based on computer calculations,
the random odds of the stage 2 are 1 in 189753,
for the stages 2 and 4, are 1 in 36 billion,
and for the stages 2, 4, and 5 combined, are less than
1 in 6.8 quadrillion.

Consequently, the
odds of these 19 relations to occur accidentally are nearly zero or
impossible.

Think for
a moment and fairly judge if calculation of these relations is the work of
the Arabian people from 14 centuries ago?
Much less the work of one man. Do these relations not signify the existence
of a very very knowledgeable and calculating being,
which is the God, and prove the prophecy of Mohammad (PBUH) and holiness of
the Quran?

Now that it is determined that Quran is the truly the word of God,
read it with utmost care and ponder about its verses, so you find the proper
way of living

A Few
More Mathematical Miracles

The word
esm, appears 19
times in Quran.

·The word
allh − without counting the ones in bsm
allh alrhmn alrhim at the beginning of each chapter − appears 2698,
or 19´
142 times in Quran.

·The word
alrhmn, which is one of the sole
attributes of God, appears 57, or 19´
3 times.

·The word
alrhim, which is used as an attribute
of God, appears 114, or 19´
6 times.
(The alrhim word in chapter 9 verse 128
is not considered in this counting since it is used as an attribute of the
Prophet of Islam,
Mohammad (PBUH) and not as an attribute of God.

·The
Alagh chapter, the first five verses of which are the first verses ever
sent down to Prophet (PBUH) is the 96th chapter of Quran
or the 19th chapter counting
backward from the end. Furthermore, these first five verses have
19 words and 76, or
19´
3 letters.

·The
Alagh chapter has 19 verses and 285, or
19´
15 letters.

·The
Qurans last chapter, Nas, is the 114th
chapter and has 6 verses, with 19´
6 = 114.

·The Nasr
chapter, − the 110th chapter of Quran − which by some accounts is
the last chapter sent down to Prophet (PBUH) 
has 19 words and its first verse has
19 letters.

·The
first 9words of the 68th chapter of Quran (Ghalam)
 which are the second set of verses sent down to Prophet (PBUH) 
have 38 = 19´
2 letters.

·The
first 10words of the 73th chapter of Quran (Mozmal)
 which are the third set of verses sent down to Prophet (PBUH) 
have 57 = 19´
3 letters.

The word gh
in Gh chapter (50th chapter)
and in Shori chapter (42nd
chapter) − as part of the broken letters of these two chapters 
are repeated 57 times, namely 19´
3 times

In all broken letters of Quran similar mathematical
relation exists,
totaling some 200 relations.

In Quran, seven consecutive chapters exist
(chapters 40 to 46) which start with hm,
namely with the broken letters h
and m.
These chapters have strange mathematical relations with one another, which
cannot be attributed to anything but a miracle.

·If the
frequencies of all h and m
letters in these chapters are added up the number 2147 is obtained, with
2147 = 19´113.

·If in
each of these chapters the frequencies of h
letters and the m letters are
separately added up and subsequently the digits
of the resulting numbers are summed up, the number 113 is obtained 
which amazingly appear in the previous bullet.

In detail, the tally of the letters h
and m in these seven chapters are as
follows:

6+4+3+8+0+4+8+2+7+6+5+3+3+0+0+4+4+3+2+4+1+6+1+5+0+3+1+2+0+0+3+6+2+2+5 =
113, which is the quotient of 2147 ÷19.

·Now if
we repeat the same calculations with the first three of these seven chapters
(40, 41, 42),
again we see that the sum of the frequencies of h
and m letters is divisible by
19,
and the quotient equals the sum of the digits of the frequencies of the h
and m letters in these chapters,
namely:

64 + 380 +
48 + 276 + 53 + 300 = 1121 = 19 X 59

6+4+3+8+0+4+8+2+7+6+5+3+3+0+0 = 59

·Now if
the four remaining of these seven chapters are considered, the same
relations are obtained:

44 + 324 +
16 + 150 + 31 + 200 + 36 + 225 = 1026 = 19 X
54

4+4+3+2+4+1+6+1+5+0+3+1+2+0+0+3+6+2+2+5 = 54

·Now in
chapters 41, 42, and 43, the sum of the frequencies of letters h
and m is 1045,
which is again divisible by 19 with a
quotient of 55.
This quotient is again happens to be the sum of the digits of the
frequencies of the h and m
letters in these chapters, namely:

48 + 276 +
53 + 300 + 44 + 324 = 1045 = 19 X 55

4+8+2+7+6+5+3+3+0+0+4+4+3+2+4 = 55

·Now in
chapters 41, 44, 45, and 46, the sum of the frequencies of letters h
and m is 1102,
which is again divisible by 19 with a
quotient of 58.
This quotient is again happens to be the sum of the digits of the
frequencies of the h and m
letters in these chapters, namely:

16 +150 +
31 + 200 + 36 + 225 + 64 + 380 = 1102 = 19 X
58

1+6+1+5+0+3+1+2+0+0+3+6+2+2+5+6+4+3+8+0 = 58.

Now
using a computer, try to find 14 numbers with the above properties.

Consider you are planning to write seven articles in which the frequencies
of their h and m
letters have the same properties.
What is the time scale needed for this design?

Also
consider you are planning to deliver seven speeches that ends up with such
mathematical properties. What are the odds of that?

You have not read a book before and have not
written any words with your hand, because if so,
those who look to invalidate your prophecy would have real doubts

This tells us that the Prophet was illiterate.

With
the help of a computer, you try to 14 numbers with the above mathematical
properties,
to discover that Quran cannot possibly be the work of the illiterate Prophet
14 centuries ago.
It could not have been the work of all the people of his time, either.

You
are also invited to try to string four words together, such as bsm
allh alrhmn alrhim, with 19
mathematical relations,
or even only three mathematical relations based on Abjad letters values.

Of
course, note that in those days even Abacus did not exist, let alone
calculators or computers.